Set theory and large cardinals: A naive approach

Update Item Information
Publication Type honors thesis
School or College College of Science
Department Mathematics
Thesis Supervisor Don H. Tucker
Honors Advisor/Mentor Don H. Tucker
Creator Kinyon, Michael Kenneth
Title Set theory and large cardinals: A naive approach
Date 1986-06
Year graduated 1986
Description All human being, by virtue of the way we speak, seem to possess an innate ability to draw distinctions. This ability allows us to mentally separate the objects of our thought into collections. Consider: if I am looking at a pile of loose change on a table, it will remain an undifferentiated mass until suddenly I am able to say " there are dimes, nickels, and quarters." Simply by dividing the change into different kinds, I have expressed my ability to distinguish between different collections, or sets of coins. in other words, what I am actually saying is that there are a set of dimes, a set of nickels, and a set of quarters on the table. The need for a theory of sets, then, is a natural outgrowth of the way we talk.
Type Text
Publisher University of Utah
Subject Set theory; Cardinal numbers
Language eng
Rights Management (c) Michael Kenneth Kinyon
Format Medium application/pdf
ARK ark:/87278/s6798895
Setname ir_htca
ID 1341025
Reference URL https://collections.lib.utah.edu/ark:/87278/s6798895
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